New high-precision strong lensing modeling of Abell 2744 - Preparing for JWST observations

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Volume 670 (February 2023)

A&A, 670 (2023) A60

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Table B.1.

Catalog of the spectroscopic (top) and photometric (bottom) cluster members included in the SL modeling of A2744.

ID	R.A.	Decl	m_F160W	z_spec
	deg	deg
36034	3.592037	-30.405741	17.30	0.3185^a
37824	3.586257	-30.400172	17.34	0.2997^a
835	3.589290	-30.369074	16.88	0.3002^b
40689	3.594796	-30.391654	17.58	0.3006^a
736	3.575038	-30.428344	17.69	0.3170^b
938	3.610666	-30.395618	17.70	0.3033^b
814	3.587469	-30.371246	17.76	0.3038^b
947	3.612408	-30.409245	17.84	0.3031^b
34423	3.579662	-30.409189	17.84	0.3027^a
40059	3.585386	-30.394279	17.89	0.3202^a
783	3.583084	-30.433553	18.00	0.2927^b
20227	3.609542	-30.382110	18.03	0.3200^c
39382	3.587646	-30.396426	18.07	0.3031^a
36210	3.592510	-30.404611	18.24	0.3150^a
809	3.586500	-30.367380	18.29	0.3007^b
697	3.566354	-30.388260	18.40	0.3025^e
36527	3.578511	-30.403375	18.41	0.3155^a
38067	3.574900	-30.398381	18.46	0.3175^a
740	3.575081	-30.377074	18.49	0.3142^b
730	3.573503	-30.422861	18.50	0.3188^b
37947	3.592998	-30.399330	18.57	0.3092^a
834	3.589103	-30.419803	18.59	0.3044^b
894	3.602057	-30.377689	18.60	0.3011^b
41259	3.593289	-30.384378	18.60	0.2964^a
40592	3.589220	-30.389839	18.64	0.3151^a
41644	3.570173	-30.386449	18.66	0.2969^a
37954	3.586559	-30.399391	18.70	0.3229^a
35061	3.573945	-30.408829	18.71	0.3135^a
39428	3.588152	-30.395075	18.71	0.3002^a
41950	3.589184	-30.387396	18.72	0.3169^a
38907	3.585204	-30.394649	18.81	0.3009^a
642	3.556336	-30.387018	18.88	0.3115^b
38117	3.582159	-30.398571	18.89	0.2986^a
39072	3.598969	-30.397533	18.90	0.3162^a
41856	3.585314	-30.387545	18.91	0.3008^a
804	3.585629	-30.366902	18.98	0.2998^b
37344	3.604341	-30.400124	18.98	0.3190^a
41440	3.605429	-30.384843	18.99	0.3112^a
38010	3.588385	-30.398355	19.01	0.3173^a
678	3.562510	-30.402406	19.05	0.3025^b
38930	3.588680	-30.396077	19.07	0.3020^a
40243	3.580953	-30.390808	19.15	0.2931^a
32284	3.602650	-30.416956	19.16	0.3132^a
690	3.565544	-30.387093	19.16	0.2991^b
40478	3.571507	-30.390436	19.18	0.2965^a
20018	3.581566	-30.376517	19.22	0.3130^c
902	3.604284	-30.414554	19.25	0.3061^b
966	3.618050	-30.403670	19.26	0.3115^b
42443	3.594708	-30.389115	19.26	0.3035^a
40314	3.590342	-30.390939	19.26	0.2972^a
720	3.571365	-30.422840	19.29	0.3030^b
41363	3.588146	-30.385006	19.30	0.2977^a
692	3.565347	-30.382948	19.38	0.3030^b
768	3.580711	-30.418875	19.39	0.2934^b
956	3.615142	-30.383729	19.41	0.3061^b
38729	3.578864	-30.397111	19.42	0.3190^a
973	3.618739	-30.392932	19.42	0.3015^b
36892	3.587938	-30.400852	19.44	0.3150^a
863	3.593561	-30.426049	19.46	0.2968^b
35339	3.595907	-30.406213	19.49	0.3161^a
950	3.613184	-30.389698	19.49	0.3026^b
20132	3.595399	-30.380404	19.50	0.3200^c
921	3.607012	-30.403478	19.51	0.2966^b
655	3.559037	-30.410659	19.51	0.2984^b
32547	3.601355	-30.415365	19.51	0.3197^a
37068	3.605266	-30.400808	19.52	0.3197^a
888	3.600962	-30.417843	19.59	0.3042^a
41418	3.592547	-30.385314	19.62	0.3164^a
931	3.609576	-30.378771	19.62	0.3009^b
39503	3.581389	-30.393932	19.63	0.2998^a
634	3.555379	-30.384632	19.66	0.3007^b
34556	3.591721	-30.407807	19.71	0.3194^a
816	3.587541	-30.373945	19.71	0.2963^b
961	3.616679	-30.402709	19.72	0.2943^b
41303	3.583714	-30.384680	19.75	0.3029^a
33910	3.589134	-30.409573	19.75	0.3173^a
42149	3.598764	-30.388018	19.76	0.3027^a
33540	3.588817	-30.410722	19.77	0.3223^a
787	3.583285	-30.432301	19.78	0.2942^b
39646	3.578948	-30.394119	19.80	0.3191^a
40884	3.590278	-30.382698	19.86	0.3019^a
37229	3.594463	-30.400350	19.89	0.3036^a
33328	3.569589	-30.412164	19.95	0.2990^a
40270	3.594239	-30.390462	19.97	0.3163^a
42269	3.595506	-30.388688	19.97	0.3032^a
13996	3.573450	-30.377932	20.00	0.3184^d
39710	3.584986	-30.392877	20.01	0.2954^a
35693	3.587039	-30.404948	20.04	0.2987^a
40551	3.589520	-30.389499	20.08	0.2939^a
21367	3.597859	-30.405556	20.12	0.3208^a
40832	3.588038	-30.382557	20.17	0.3116^a
39876	3.580373	-30.392204	20.21	0.2935^a
33699	3.582507	-30.409986	20.24	0.3188^a
38275	3.585521	-30.397156	20.24	0.3124^a
41655	3.573735	-30.385976	20.26	0.2965^a
41651	3.573383	-30.386313	20.34	0.3079^a
37230	3.583991	-30.399260	20.34	0.3200^a
40802	3.570861	-30.382004	20.37	0.3066^a
36220	3.605275	-30.402932	20.39	0.3161^a
39283	3.600830	-30.394896	20.39	0.3061^a
713	3.569303	-30.384236	20.42	0.2961^b
20089	3.597633	-30.379200	20.51	0.2800^c
32768	3.585709	-30.413971	20.59	0.3023^a
42195	3.578348	-30.387100	20.61	0.3076^a
13311	3.560070	-30.389342	20.61	0.2999^d
33870	3.595124	-30.409366	20.63	0.3199^a
35908	3.585035	-30.403315	20.63	0.3037^a
37609	3.578591	-30.399109	20.68	0.3054^a
36043	3.584377	-30.402887	20.83	0.3159^a
41908	3.604401	-30.384960	20.84	0.2962^a
34439	3.590280	-30.407401	20.92	0.3182^a
40032	3.593885	-30.390837	20.96	0.2970^a
36339	3.588145	-30.401980	20.97	0.2986^a
32088	3.603422	-30.416769	20.99	0.3179^a
38143	3.602200	-30.396988	21.01	0.3031^a
44545	3.578469	-30.381318	21.04	0.3179^a
36953	3.572810	-30.400534	21.05	0.3143^a
37825	3.602715	-30.397571	21.08	0.2990^a
40428	3.578347	-30.389464	21.12	0.2947^a
20064	3.577544	-30.378870	21.26	0.3080^c
36298	3.594832	-30.402130	21.30	0.3162^a
35576	3.587971	-30.404253	21.31	0.2998^a
40239	3.593166	-30.390349	21.33	0.3013^a
36849	3.596757	-30.400513	21.33	0.3167^a
34538	3.573400	-30.407461	21.46	0.3141^a
36843	3.579074	-30.400089	21.50	0.3056^a
40703	3.596256	-30.388517	21.54	0.2964^a
33671	3.583831	-30.409506	21.56	0.3023^a
33410	3.589721	-30.410222	21.57	0.3154^a
40708	3.571061	-30.388157	21.61	0.3032^a
38252	3.592874	-30.396356	21.61	0.2975^a
37214	3.585389	-30.399007	21.67	0.30068
36163	3.588499	-30.402102	21.70	0.2992^a
39727	3.584373	-30.391755	21.75	0.3200^a
41636	3.573693	-30.385685	21.79	0.2971^a
37542	3.584458	-30.398342	22.02	0.3235^a
38175	3.583312	-30.396542	22.05	0.3073^a
35190	3.601244	-30.404885	22.11	0.3049^a
38267	3.597298	-30.396046	22.15	0.3189^a
33803	3.593740	-30.409224	22.18	0.3033^a
37367	3.601857	-30.398661	22.22	0.3144^a
42079	3.593478	-30.387595	22.24	0.2962^a
8024000	3.567362	-30.400881	22.30	0.3023^a
34705	3.594676	-30.405899	22.31	0.3072^a
41265	3.578737	-30.384233	22.33	0.3168^a
37199	3.603831	-30.399122	22.37	0.3026^a
41937	3.573015	-30.387260	22.43	0.3219^a
35514	3.574778	-30.403672	22.43	0.3039^a
32680	3.592097	-30.413109	22.45	0.3067^a
36814	3.593414	-30.400024	22.49	0.3040^a
36982	3.582898	-30.399701	22.49	0.2914^a
40944	3.593025	-30.382970	22.50	0.3005^a
37231	3.581618	-30.399105	22.51	0.3049^a
10440000	3.569048	-30.394963	22.56	0.3077^a
33503	3.597475	-30.409964	22.56	0.3051^a
10657000	3.569981	-30.394634	22.61	0.3011^a
41388	3.598749	-30.384458	22.61	0.3089^a
36872	3.595752	-30.399971	22.62	0.3160^a
34828	3.592717	-30.406107	22.65	0.31878
38459	3.572068	-30.395969	22.66	0.2990^a
39956	3.584993	-30.390870	22.67	0.3161^a
33933	3.585939	-30.408434	22.71	0.3080^a
41467	3.586832	-30.384627	22.74	0.3085^a
41842	3.591221	-30.386717	22.76	0.3132^a
38253	3.584471	-30.396056	22.78	0.3224^a
41531	3.589828	-30.385639	22.85	0.3174^a
4206000	3.600810	-30.409530	22.87	0.3068^a
36346	3.588851	-30.401771	22.89	0.3059^a
41930	3.608089	-30.387068	22.90	0.2962^a
33753	3.567161	-30.408755	22.92	0.3170^a
33911	3.577555	-30.408196	22.94	0.3068^a
39609	3.605171	-30.392616	22.98	0.3217^a
35436	3.589433	-30.404231	23.10	0.3184^a
4136000	3.590889	-30.410893	23.11	0.2983^a
41419	3.577521	-30.384813	23.12	0.3219^a
3476000	3.585092	-30.412314	23.13	0.3071^a
32671	3.588878	-30.413346	23.14	0.3047^a
35134	3.598182	-30.404825	23.15	0.3002^a
38748	3.579869	-30.394391	23.15	0.3201^a
12269000	3.577314	-30.390297	23.21	0.3131^a
12325000	3.605930	-30.390167	23.24	0.3059^a
38900	3.579626	-30.394091	23.26	0.3193^a
42040	3.573600	-30.387182	23.27	0.28258
10930000	3.572670	-30.393633	23.28	0.3198^a
35978	3.596444	-30.403275	23.28	0.2989^a
11577000	3.590109	-30.391576	23.31	0.3080^a
36776	3.584729	-30.399826	23.33	0.3002^a
3547000	3.566721	-30.411992	23.36	0.3002^a
33468	3.595517	-30.409682	23.42	0.3219^a
12191000	3.581882	-30.390474	23.44	0.3229^a
37304	3.583931	-30.398595	23.45	0.2986^a
40432	3.584083	-30.388909	23.46	0.2890^a
34433	3.588518	-30.406316	23.47	0.3174^a
5079000	3.586480	-30.407004	23.54	0.3199^a
3795000	3.592497	-30.412103	23.55	0.3089^a
10265000	3.597219	-30.395534	23.56	0.3196^a
12018000	3.605043	-30.391671	23.64	0.2986^a
8216000	3.597727	-30.400602	23.69	0.3155^a
4938000	3.582862	-30.408838	23.70	0.3007^a
35340	3.588510	-30.404209	23.73	0.3198^a
7420000	3.568412	-30.402023	23.80	0.3054^a
8330000	3.569485	-30.399955	23.83	0.3049^a

14319	3.598659	-30.383098	23.38	–
15369	3.575794	-30.380405	23.72	–
9490	3.574867	-30.397183	23.80	–
10127	3.566005	-30.393924	21.12	–
12163	3.607988	-30.390726	23.14	–
14786	3.593635	-30.382101	23.16	–
5889	3.578093	-30.405740	23.76	–
15699	3.594368	-30.378664	22.52	–
15508	3.578849	-30.379423	23.88	–
7737	3.597161	-30.402246	23.97	–
13676	3.568877	-30.385314	20.36	–
15624	3.575140	-30.378524	21.58	–
5421	3.606797	-30.405592	20.39	–
14659	3.601322	-30.382501	23.43	–
2937	3.580614	-30.414102	22.85	–
15691	3.571676	-30.379704	23.55	–
9592	3.607186	-30.397230	23.56	–
2818	3.576712	-30.414622	23.56	–
16198	3.573701	-30.376807	22.99	–
5315	3.581605	-30.407436	23.58	–
3313	3.575661	-30.413496	23.61	–
15308	3.570284	-30.380798	23.64	–
14680	3.570831	-30.382935	23.67	–

Notes.

MUSE measurement from this work

Owers et al. (2011)

Treu et al. (2015), Schmidt et al. (2014)

Braglia et al. (2009)

Couch & Sharples (1987)

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